{"id":13153,"date":"2017-11-30T21:16:48","date_gmt":"2017-11-30T21:16:48","guid":{"rendered":"https:\/\/www.acasinhadamatematica.pt\/?p=13153"},"modified":"2022-01-18T00:23:32","modified_gmt":"2022-01-18T00:23:32","slug":"uma-reta-e-dois-pontos","status":"publish","type":"post","link":"https:\/\/www.acasinhadamatematica.pt\/?p=13153","title":{"rendered":"Uma reta e dois pontos"},"content":{"rendered":"<p><ul id='GTTabs_ul_13153' class='GTTabs' style='display:none'>\n<li id='GTTabs_li_0_13153' class='GTTabs_curr'><a  id=\"13153_0\" onMouseOver=\"GTTabsShowLinks('Enunciado'); return true;\"  onMouseOut=\"GTTabsShowLinks();\"  class='GTTabsLinks'>Enunciado<\/a><\/li>\n<li id='GTTabs_li_1_13153' ><a  id=\"13153_1\" onMouseOver=\"GTTabsShowLinks('Resolu\u00e7\u00e3o'); return true;\"  onMouseOut=\"GTTabsShowLinks();\"  class='GTTabsLinks'>Resolu\u00e7\u00e3o<\/a><\/li>\n<\/ul>\n\n<div class='GTTabs_divs GTTabs_curr_div' id='GTTabs_0_13153'>\n<span class='GTTabs_titles'><b>Enunciado<\/b><\/span><\/p>\n<p><a href=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2017\/11\/RetaDoisPontos.png\"><img loading=\"lazy\" decoding=\"async\" data-attachment-id=\"13155\" data-permalink=\"https:\/\/www.acasinhadamatematica.pt\/?attachment_id=13155\" data-orig-file=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2017\/11\/RetaDoisPontos.png\" data-orig-size=\"430,410\" data-comments-opened=\"1\" data-image-meta=\"{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}\" data-image-title=\"Uma reta e dois pontos\" data-image-description=\"\" data-image-caption=\"\" data-large-file=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2017\/11\/RetaDoisPontos.png\" class=\"alignright wp-image-13155\" src=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2017\/11\/RetaDoisPontos-300x286.png\" alt=\"\" width=\"220\" height=\"210\" srcset=\"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2017\/11\/RetaDoisPontos-300x286.png 300w, https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2017\/11\/RetaDoisPontos.png 430w\" sizes=\"auto, (max-width: 220px) 100vw, 220px\" \/><\/a>Representa uma reta r e dois pontos A e B dispostos entre si como os da figura.<\/p>\n<ol style=\"list-style-type: lower-alpha;\">\n<li>Determina sobre r um ponto P equidistante de A e B.<\/li>\n<li>Determina sobre r o centro C de uma circunfer\u00eancia que passe por A e B.<\/li>\n<li>Determina sobre r um ponto D tal que o tri\u00e2ngulo [ADB] seja is\u00f3sceles de base [DB].<\/li>\n<\/ol>\n<p><div class='GTTabsNavigation' style='display:none'><span class='GTTabs_nav_next'><a href='#GTTabs_ul_13153' onClick='GTTabs_show(1,13153)'>Resolu\u00e7\u00e3o &gt;&gt;<\/a><\/span><\/div><\/div>\n\n<div class='GTTabs_divs' id='GTTabs_1_13153'>\n<span class='GTTabs_titles'><b>Resolu\u00e7\u00e3o<\/b><\/span><!--more--><\/p>\n<blockquote>\n<p>Representa uma reta r e dois pontos A e B dispostos entre si como os da figura.<\/p>\n<\/blockquote>\n<ol style=\"list-style-type: lower-alpha;\">\n<li>\n<blockquote>\n<p>Determina sobre r um ponto P equidistante de A e B.<\/p>\n<\/blockquote>\n<\/li>\n<li>\n<blockquote>\n<p>Determina sobre r o centro C de uma circunfer\u00eancia que passe por A e B.<\/p>\n<\/blockquote>\n<\/li>\n<li>\n<blockquote>\n<p>Determina sobre r um ponto D tal que o tri\u00e2ngulo [ADB] seja is\u00f3sceles de base [DB].<\/p>\n<\/blockquote>\n<\/li>\n<\/ol>\n<p>\u00ad<script src=\"https:\/\/cdn.geogebra.org\/apps\/deployggb.js\"><\/script>\r\n<div id=\"ggbApplet\" style=\"margin: 0 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\"};\r\n\/\/ is3D=is 3D applet using 3D view, AV=Algebra View, SV=Spreadsheet View, CV=CAS View, EV2=Graphics View 2, CP=Construction Protocol, PC=Probability Calculator, DA=Data Analysis, FI=Function Inspector, PV=Python, macro=Macro View\r\nvar views = {'is3D': 0,'AV': 0,'SV': 0,'CV': 0,'EV2': 0,'CP': 1,'PC': 0,'DA': 0,'FI': 0,'macro': 0};\r\nvar applet = new GGBApplet(parameters, '5.0', views);\r\nwindow.onload = function() {applet.inject('ggbApplet')};\r\napplet.setPreviewImage('data:image\/png;base64,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\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class='GTTabsNavigation' style='display:none'><span class='GTTabs_nav_prev'><a href='#GTTabs_ul_13153' onClick='GTTabs_show(0,13153)'>&lt;&lt; Enunciado<\/a><\/span><\/div><\/div>\n\n","protected":false},"excerpt":{"rendered":"<p>Enunciado Resolu\u00e7\u00e3o Enunciado Representa uma reta r e dois pontos A e B dispostos entre si como os da figura. Determina sobre r um ponto P equidistante de A e B. Determina sobre r&#46;&#46;&#46;<\/p>\n","protected":false},"author":1,"featured_media":20561,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_jetpack_memberships_contains_paid_content":false,"footnotes":""},"categories":[100,97,187],"tags":[426,188,191],"series":[],"class_list":["post-13153","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-8--ano","category-aplicando","category-lugares-geometricos","tag-9-o-ano","tag-circunferencia","tag-mediatriz"],"views":2224,"jetpack_featured_media_url":"https:\/\/www.acasinhadamatematica.pt\/wp-content\/uploads\/2017\/11\/9V1Pag109-3_520x245.png","jetpack_sharing_enabled":true,"jetpack_likes_enabled":true,"_links":{"self":[{"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/posts\/13153","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=13153"}],"version-history":[{"count":0,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/posts\/13153\/revisions"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=\/wp\/v2\/media\/20561"}],"wp:attachment":[{"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=13153"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=13153"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=13153"},{"taxonomy":"series","embeddable":true,"href":"https:\/\/www.acasinhadamatematica.pt\/index.php?rest_route=%2Fwp%2Fv2%2Fseries&post=13153"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}